MATH2013-1 : Mathematics

Study Programmes 2015-2016

MATH2013-1

Mathematics

Part A - Introduction to linear algebra
Part B - Analysis

Duration :

Part A - Introduction to linear algebra : 10h Th, 10h Pr
Part B - Analysis : 30h Th, 30h Pr

Number of credits :

Bachelor in physics		8

Lecturer :

Part A - Introduction to linear algebra : Françoise Bastin
Part B - Analysis : Françoise Bastin

Coordinator :

Françoise Bastin

Language(s) of instruction :

French language

Organisation and examination :

Teaching in the second semester

Units courses prerequisite and corequisite :

Prerequisite or corequisite units are presented within each program

Course contents :

Part A - Introduction to linear algebra

Basic "matrix computation"

Part B - Analysis

This course follows "Mathématiques"" (bloc 1, Q1) and also concerns classical tools of calculus.

Learning outcomes of the course :

Part A - Introduction to linear algebra

Basic learning (definitions, properties, proofs)

Part B - Analysis

This course follows the first part ("Mathématiques", bloc 1 Q1) and also aims to install basic calculus for scientists.

Prerequisite knowledge and skills :

Part A - Introduction to linear algebra

See french desciption

Part B - Analysis

Basic calculus, first part.

Planned learning activities and teaching methods :

Part A - Introduction to linear algebra

See first quadrimestre

Part B - Analysis

Details are given during the first lessons

Mode of delivery (face-to-face ; distance-learning) :

Part A - Introduction to linear algebra

See french description

Part B - Analysis

The precise schedule will be available when needed. The course will be tought during the second semester.

Recommended or required readings :

Part A - Introduction to linear algebra

Syllabi (seee pages of F. Bastin and also sent at "Intercopy")

Part B - Analysis

Specific notes: available January 2016
Nevertheless an appropriate first reference is already available : notes of" Mathematiques generales B, F. Bastin, 2014-2015" (can be bought at Intercopy'shop and via webpages).
See also many documaents available at http://www.afo.ulg.ac.be/fb/ens.html

Assessment methods and criteria :

Part A - Introduction to linear algebra

See french description

Part B - Analysis

An interrogation is organized during the second semester. The note is important for the final note (first session).
The exam consists in an wrtitten and an oral part.

Work placement(s) :

Organizational remarks :

Part B - Analysis

See also the pages at the address http://www.afo.ulg.ac.be/fb/ens.html

Contacts :

Part A - Introduction to linear algebra

See french description

Part B - Analysis

Françoise Bastin, Institut de Mathématique, B37 Tel : 04 366 94 74 email : F.Bastin@ulg.ac.be
Jacqueline Crasborn et Christine Amory Assistants pédagogiques Tel : 04 366 95 95 email : jcrasborn@ulg.ac.be et camory@ulg.ac.be
Christophe Dozot Assistant 123Sciences
email: c.dozot@ulg.ac.be Tel 04 366 95 73